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 作者：B ANANTHANARAYAN , IRINEL CAPRINI , I SENTITEMSU IMSONG 来源：[J].Pramana(IF 0.562), 2012, Vol.79 (5), pp.1317-1320Springer 摘要：Abstract(#br)Analyticity and unitarity techniques are employed to estimate Taylor coefficients of the pion electromagnetic form factor at t = 0 by exploiting the recently evaluated two-pion contribution to the muon ( g − 2) and the phase of the pion electromagnetic form fac...
 作者：Shigeo Tarama 来源：[J].Electronic Journal of Differential Equations(IF 0.426), 2009, Vol.2009 (156,), pp.1DOAJ 摘要：Analyticity of functions satisfying the lateral estimates for iterated elliptic operators is shown.
 作者：Caidi Zhao , Bei Li 来源：[J].Electronic Journal of Differential Equations(IF 0.426), 2016, Vol.2016 (179,), pp.1-20DOAJ 摘要：We study the three-dimensional (3D) regularizedmagnetohydrodynamics (MHD) equations. Using the method of splittingof the asymptotic approximate solutions into higher and lowerFourier components, we prove that the global attractor of the 3Dregularized MHD equations consists of rea...
 作者：GAUHAR ABBAS , B ANANTHANARAYAN , Irinel CAPRINI ... 来源：[J].Pramana(IF 0.562), 2012, Vol.79 (4), pp.891-894Springer 摘要：Abstract(#br)The Kπ form factors are investigated at low energies by the method of unitarity bounds adapted so as to include information on the phase and modulus along the elastic region of the unitarity cut. Using as input the values of the form factors at t = 0, and at the...
 作者：Shigeo Tarama 来源：[J].Electronic Journal of Differential Equations(IF 0.426), 2009, Vol.2009 (156,), pp.1-3DOAJ 摘要：Analyticity of functions satisfying the lateral estimates for iterated elliptic operators is shown.
 作者：Ly Kim Ha 来源：[J].Complex Analysis and Operator Theory(IF 0.404), 2017, Vol.11 (6), pp.1329-1350Springer
 作者：Jinyi Sun , Minghua Yang , Shangbin Cui 来源：[J].Annali di Matematica Pura ed Applicata (1923 -)(IF 0.68), 2017, Vol.196 (4), pp.1203-1229Springer 摘要：We study the three-dimensional Navier–Stokes equations in the rotational framework. By using the Littlewood–Paley analysis technique and the dispersive estimates for the Coriolis linear group $$\{e^{\pm i\Omega t\frac{D_3}{|D|}}\}_{t\in \mathbb {R}}$$ , we prove unique exist...
 作者：A. Alexandrou Himonas , Henrik Kalisch , Sigmund Selberg 来源：[J].Nonlinear Analysis: Real World Applications(IF 2.201), 2017, Vol.38, pp.35-48Elsevier 摘要：Abstract(#br)Persistence of spatial analyticity is studied for periodic solutions of the dispersion-generalized KdV equation u t − | D x | α u x + u u x = 0 for α ≥ 2 . For a class of analytic initial data with a uniform radius of analyticity σ 0 > 0 , we obtain an asympt...
 作者：Huijun He , Zhaoyang Yin 来源：[J].Journal of Differential Equations(IF 1.48), 2019, Vol.267 (4), pp.2531-2559Elsevier 摘要：Abstract(#br)In this paper, we mainly consider the Gevrey regularity and analyticity of the solution to a generalized two-component shallow water wave system with higher-order inertia operators, namely, m = ( 1 − ∂ x 2 ) s u with s > 1 . Firstly, we obtain the Gevrey regula...
 作者：Rafael F. Barostichi , A. Alexandrou Himonas , Gerson Petronilho 来源：[J].Journal of Differential Equations(IF 1.48), 2017Elsevier 摘要：... The main assumptions are that the initial datum u 0 ( x ) is analytic on the line, it has uniform radius of analyticity r ( 0 ) > 0 , and is such that the McKean quantity m 0 ( x ) ≐ ( 1 − ∂ x 2 ) u 0 ( x ) does not change sign. Furthermore, an explicit ...